THE BRAIDED QUANTUM TWO-SPHERE

Abstract
In a recent paper the quantum two-sphere was described as a quantum complex manifold. Here we consider several copies of and derive their braiding commutation relations. The braiding is extended to the differential and to the integral calculus on the spheres. A quantum analog of the classical anharmonic ratio of four points on the sphere is given, which is invariant under the co-action of SUq(2).
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